Resolvent and polynomial numerical hull

Research output: Working paperProfessional

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Resolvent and polynomial numerical hull. / Nevanlinna, Olavi.

Espoo, 2008. (Helsinki University of Technology, Institute of Mathematics, Research Report; No. A546).

Research output: Working paperProfessional

Harvard

Nevanlinna, O 2008 'Resolvent and polynomial numerical hull' Helsinki University of Technology, Institute of Mathematics, Research Report, no. A546, Espoo.

APA

Nevanlinna, O. (2008). Resolvent and polynomial numerical hull. (Helsinki University of Technology, Institute of Mathematics, Research Report; No. A546). Espoo.

Vancouver

Nevanlinna O. Resolvent and polynomial numerical hull. Espoo. 2008. (Helsinki University of Technology, Institute of Mathematics, Research Report; A546).

Author

Nevanlinna, Olavi. / Resolvent and polynomial numerical hull. Espoo, 2008. (Helsinki University of Technology, Institute of Mathematics, Research Report; A546).

Bibtex - Download

@techreport{d5f1d2f202464c4b8a401b82f6228abf,
title = "Resolvent and polynomial numerical hull",
keywords = "numerical range, polynomial numerical hull, quasialgebraic operator, resolvent operator, Riesz projection, spectrum, numerical range, polynomial numerical hull, quasialgebraic operator, resolvent operator, Riesz projection, spectrum, numerical range, polynomial numerical hull, quasialgebraic operator, resolvent operator, Riesz projection, spectrum",
author = "Olavi Nevanlinna",
year = "2008",
language = "English",
isbn = "978-951-22-9407-7",
series = "Helsinki University of Technology, Institute of Mathematics, Research Report",
number = "A546",
type = "WorkingPaper",

}

RIS - Download

TY - UNPB

T1 - Resolvent and polynomial numerical hull

AU - Nevanlinna, Olavi

PY - 2008

Y1 - 2008

KW - numerical range

KW - polynomial numerical hull

KW - quasialgebraic operator

KW - resolvent operator

KW - Riesz projection

KW - spectrum

KW - numerical range

KW - polynomial numerical hull

KW - quasialgebraic operator

KW - resolvent operator

KW - Riesz projection

KW - spectrum

KW - numerical range

KW - polynomial numerical hull

KW - quasialgebraic operator

KW - resolvent operator

KW - Riesz projection

KW - spectrum

M3 - Working paper

SN - 978-951-22-9407-7

T3 - Helsinki University of Technology, Institute of Mathematics, Research Report

BT - Resolvent and polynomial numerical hull

CY - Espoo

ER -

ID: 4030837